Chromosome studies were made in 33 specimens of the genus Galago, referable to the following seven species and subspecies: alleni, crassicaudatus crassicaudatus, crassicaudatus kikuyuensis, crassicaudatus monteiri, demidovii, senegalensis ssp. and senegalensis braccatus. The chromosome numbers and karyotypic structures found in these (sub)species are reported and described. Of six of them idiograms were constructed. All other available data on the cytology of the Galagidae are reviewed.The intraspecific variation of the karyotypic structure in crassicaudatus and senegalensis was found to be clearly correlated with the subspecific identification of the specimens studied. The chromosome number variation in senegalensis braccatus (2n = 36, 37 or 38) however, is most probably a true genetic polymorphism, due to the translocation of an acrocentric chromosome to the short arms of a subtelocentric one. The karyological relationships within each of these two species is discussed.An extensive discussion is dedicated to the karyological relationships between the four Galago species hitherto cytologically studied. It was found that, based on the chromosome measurements carried out, the remarkable chromosome number difference between crassicaudatus (2n = 62) and senegalensis (2n = 38) can possibly be explained by postulating the successive occurrence of 24 centric fusions or translocations of whole acrocentric chromosomes in an original common karyotype, by which the chromosome number would have been reduced from 62 to 38. Because of its low diploid chromosome number (2n = 40) and its relatively high number of larger biarmed autosomes, the karyotype of alteni is probably closely related to that of senegalensis, though its exact position is not yet clear. The position of the karyotype of demidovii is also doubtful, but the high number of chromosomes (2n = 58) of which only six are submetacentrics seems to indicate that many original characteristics have been preserved in this karyotype. All possible karyological relationships are represented in a scheme.
LEOBERT E. M. DE BOER